@keyframes rwdcur201778 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 1, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 1, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 1, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 1, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 1, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 1, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 16 1, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACMElEQVRYhe2XzW7TQBSFvzu2UJtUVEJR1T4FGwRtHwCevA1d8gYsQJVQhVSalArN3MvCnnTijB3/INhwNrHG43vO/Z0J/McEqKqpqgEvgXKMDTeFPHm+BxZjRHQK8N5bbj2Sr5fGemlx7XaMCBmyuUmeYn5RmXLOnQF3gPfeW1mWnRytL0MIVhTF1vs28i4RXeTQkgLvvRVFISGENM875LPz7e/GpKNXBNKCG4I+kWhVmIbfOXcInDCsyDzwot7fKqBvEZbArDY4BL+Axy4B/xydETCzbO5F5JiMZ0P3dwqIxlbXurV+dPncOCJyHEK4d65aU1UeP5LdLyLZguychE3y+YWwutbNupntkDdbM7FxQlVHW8gKyIVyfiGsl7YZNtGwqvrV9TN5MwKJzU9kDq1sCszMmt6nIvri8J3x86aiOLp0iMhr4DPwI+4ZdBoOIQc25AkOaLTy6ON4CJp18VcFxLpQ3U1pp4C03aYgFmfsll4C6sHxR0QcXTqcc4jIB+CJajx3CwAe68Gxabux5EAk/w58o5qIewV44C6KGBOJDPkXMpNwn3slsDCzW9idjFPJYX8XbEVidv6cv7bUDCHvIwDAhxBuReRMRMqDt/oEkDv4hpL3QryO1b+nVuPhKlj8Y/JwFeKyAe+BN8Apydxvu9b1KnFVNeec1AYXqvoVcHE07/NcVc3MEBFqO5NQkkRin+epEzljY9WUwCu2z/gnqj4flPMp4WheVEddQH8DAC5TBHTUq7gAAAAASUVORK5CYII=) 16 1, auto;}
}
div.testarea{
animation:rwdcur201778 0.8s linear infinite forwards;
}
